Partial Differential Equations and Continuum Mechanics: Proceedings of an International Conference Conducted by the Mathematics Research Center at the University of Wisconsin, Madison, June 7-15, 1960Rudolph Ernest Langer |
Contents
Aspects of Differential Equations in Mathematical Physics | 3 |
The Angular Distribution of Eigenvalues of Non Selfadjoint | 9 |
Certain Indefinite Differential Eigenvalue ProblemsThe | 19 |
Copyright | |
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analytic analytic function applied approximation arbitrary assume asymptotic axis B(xo boundary conditions boundary value problems bounded C₁ calculus of variations coefficients complex consider constant convergence corresponding defined denote derivatives determined differential operator Dirichlet Dirichlet problem domain eigensolution eigenvalues elliptic existence f satisfies finite flow fluid follows formula function F fundamental solution given Hence hodograph Hölder continuous holomorphic hyperbolic inequality integral intermediate problems iteration K₁ Lemma linear Math mathematical method Navier-Stokes equations obtained paper parabolic partial differential equations plane polynomial potential proof properties proved regular respect singularity space streamlines suppose surface Theorem theory tion transformation transonic u₁ uniformizable variables vector velocity velocity potential viscous w₁ w² dx wave αβ ду дх